library(data.table)     # Run once per session
library(ggplot2)        # Run once per session
library(igraph)         # Run once per session

dt.trade <- fread("../../data/cleaned_trade_data.csv")
dt.trade
# Set the parameters
dt.trade.country <- dt.trade[reporter_name == "Afghanistan"]
dt.trade.country.year <- dt.trade.country[year == 2017]

# Set the vertices
dt.all.reporters <- dt.trade.country.year[, list(name=unique(reporter_name), type=FALSE)]
dt.all.partners <- dt.trade.country.year[, list(name=unique(partner_name), type=TRUE)]

dt.all.vertices <- rbind(dt.all.reporters, dt.all.partners)

# Create & plot the graph
g <- graph.data.frame(dt.trade.country.year[, list(reporter_name, partner_name)], directed=TRUE, vertices=dt.all.vertices)

plot(g, vertex.size = 5, vertex.label.cex = 0.6)


# Add weights to the graph & plot
g <- set_edge_attr(g, "weight", value= dt.trade.country.year$trade_value_usd)

plot(g, vertex.size = 5, vertex.label.cex = 0.6)

# 1. Make edge list
dt.trade.year <- dt.trade[year == 2021]
dt.trade.year
dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
dt.trade.edgelist


# 2. Convert edge list to an igraph network
# igraph wants our data in matrix format
m.trade <- as.matrix(dt.trade.edgelist) 
g.trade <- graph_from_edgelist(m.trade, directed=TRUE)


# 3. Set the weight of the edges (trade_value_usd) & add the year as an attribute
E(g.trade)$weight <- dt.trade.year$trade_value_usd
  # Sum the weights for duplicate edges (we would need this if we select multiple years)
  g.trade <- simplify(g.trade, remove.multiple = TRUE, edge.attr.comb=list(weight="sum", year="concat"))

# 4. Add attributes to the vertices (continent)
library(rjson)
json_data <- fromJSON(file='../../data/sample.json')
V(g.trade)$continent <-  unlist(json_data[V(g.trade)$name])

# 5. Plot igraph
plot(g.trade, vertex.size = 5, vertex.label.cex = 0.3, edge.arrow.size=0.4)

# 6. Community detection algorithms
# Run Walktrap algorithm
walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
# Print the number of communities detected
cat("Number of communities detected by Walktrap algorithm: ", length(unique(walktrap_communities$membership)), "\n")
Number of communities detected by Walktrap algorithm:  3 
# Plot the resulting clusters
plot(walktrap_communities, g.trade, vertex.size = 5, vertex.label.cex = 0.3, edge.arrow.size=0.4, vertex.color = walktrap_communities$membership)


#Modularity score: One way to evaluate the quality of the clustering is to calculate the modularity score, which measures the extent to which the nodes within a community are more densely connected to each other than to nodes outside the community. 
modularity(walktrap_communities, g)
[1] 0.2609934
# get the size of each community
sizes(walktrap_communities)
Community sizes
  1   2   3 
153  73   1 
# Create a new graph object with community memberships as vertex attributes
g_comm <- set_vertex_attr(g.trade, "community", value = walktrap_communities$membership)
# Convert to igraph object
g_comm <- graph_from_data_frame(get.edgelist(g_comm), directed = TRUE)
# Compute edge betweenness for the entire graph
eb <- igraph::edge.betweenness(g)
# Find the top 10 edges with the highest edge betweenness
top10_eb <- order(eb, decreasing = TRUE)[1:10]
# Generate a vector of colors using the rainbow() function
color_eb <- rainbow(length(E(g)))
# Set the color of the top 10 edges with highest edge betweenness to red
color_eb[top10_eb] <- "red"
# Set the color of the remaining edges to transparent
color_eb[-top10_eb] <- "transparent"

# get the average path length for each community
apl_comm <- lapply(unique(walktrap_communities$membership), function(m) average.path.length(induced_subgraph(g.trade, V(g.trade)[walktrap_communities$membership == m])))
apl_all <- average.path.length(g.trade)
print(apl_all)
[1] 525549.7
print(apl_comm)
[[1]]
[1] 5301707

[[2]]
[1] 2245355

[[3]]
[1] NaN
plot(g.trade, vertex.size = 5, vertex.label.cex = 0.3, edge.arrow.size=0.4, vertex.color = walktrap_communities$membership, edge.color = color_eb)

# SHINY WITHOUT WEIGTH MIN AND WITHOUT MAP

library(data.table)
library(ggplot2)
library(igraph)
library(shiny)


# Load data from file comptab_2018-01-29 16_00_comma_separated.csv 
dt.trade <- fread("../../data/cleaned_trade_data.csv") 

# Define UI --------------------------------------------------------------------

ui <- fluidPage(
  
  # App title ----
  titlePanel("Shiny App for International Trade"),
  
  sidebarLayout(
    
    # Inputs: Select variables to plot
    sidebarPanel(
      
      # Set year range
      selectInput(inputId = "year",
                  label = "Select Year Range:",
                  choices = c('', levels(as.factor(dt.trade$year))),
                  selected = '2021',
                  multiple = FALSE)
    ),
    
    
    # Output: Show network
    mainPanel(
      plotOutput("cluster"),
      htmlOutput("text")
    )
  )
)


# Define server ----------------------------------------------------------------

server <- function(input, output, session) {
  
  output$cluster <- renderPlot({
    
    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == input$year, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    
    # 4. Community detection algorithms
    # Run Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    
    # Create a new graph object with community memberships as vertex attributes
    g_comm <- set_vertex_attr(g.trade, "community", value = walktrap_communities$membership)
    # Convert to igraph object
    g_comm <- graph_from_data_frame(get.edgelist(g_comm), directed = TRUE)
    # Compute edge betweenness for the entire graph
    eb <- igraph::edge.betweenness(g_comm)
    # Find the top 10 edges with the highest edge betweenness
    top10_eb <- order(eb, decreasing = TRUE)[1:10]
    # Generate a vector of colors using the rainbow() function
    color_eb <- rainbow(length(E(g_comm)))
    # Set the color of the top 10 edges with highest edge betweenness to red
    color_eb[top10_eb] <- "red"
    # Set the color of the remaining edges to transparent
    color_eb[-top10_eb] <- "transparent"
    
    plot(walktrap_communities, g.trade, vertex.size = 5, vertex.label.cex = 0.3, edge.arrow.size=0.4, vertex.color = walktrap_communities$membership, edge.color = color_eb)
    
  })
  
  output$text <- renderUI({
    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == input$year, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    
    # 6. Community detection algorithms
    # Run Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    
    # get the average path length for each community
    apl_comm <- lapply(unique(walktrap_communities$membership), function(m) average.path.length(induced_subgraph(g.trade, V(g.trade)[walktrap_communities$membership == m])))
    apl_all <- average.path.length(g.trade)
    
    HTML(paste("Number of communities detected by Walktrap algorithm: ", length(unique(walktrap_communities$membership)), "<br>",
             "Modularity score of Walktrap algorithm: ", modularity(walktrap_communities, g), "<br>",
             "Sizes of the communities: ", paste(unname(sizes(walktrap_communities)), collapse = ", "), "<br>",
             " ", "<br>",
             "Average path length of the total trade network: ", apl_all, "<br>",
             "Average path length of the communities: ", paste(unname(apl_comm), collapse = ", "), "<br>"))
  })
}

# Create a Shiny app object ----------------------------------------------------

shinyApp(ui = ui, server = server)

Listening on http://127.0.0.1:4934
NA
# SHINY WITH WEIGHT MIN AND MAP
library(data.table)
library(ggplot2)
library(scales)
library(igraph)
library(shiny)
library(shinyWidgets)
library(DT)             
library(shiny)         
library(ggmap)
library(leaflet)
library(bslib)
library(sf)
library(geosphere)
library(RColorBrewer)
library(sp)
library(dplyr)
library(remotes)
library(magrittr)
library(devtools)

dt.trade <- fread("../../data/cleaned_trade_data.csv")

# Define UI --------------------------------------------------------------------

ui <- fluidPage(
  
  # App title ----
  titlePanel("Shiny App for International Trade"),
  
  sidebarLayout(
    
    # Inputs: Select variables to plot
    sidebarPanel(
      
      # Set year range
      selectInput(inputId = "year",
                  label = "Select Year Range:",
                  choices = c('', levels(as.factor(dt.trade$year))),
                  selected = '2021',
                  multiple = FALSE),
      sliderInput(inputId = "weight",
                  label = "Select Minimum Trade Value in USD",
                  max = 20000000,
                  min = 0,
                  value = 0,
                  step = 1),
      htmlOutput("textkpi")
    ),
    
    # Output: Show network
    mainPanel(
      tabsetPanel(
        tabPanel("Worldmap Plot",
                 leafletOutput("map"),
                 htmlOutput("textstat")
                  ),
        tabPanel("Network plot", plotOutput("cluster")))
      )
    )
  )


# Define server ----------------------------------------------------------------

server <- function(input, output, session) {
  
  # Load data from file 
  dt.trade <- fread("../../data/cleaned_trade_data.csv") 
  
  output$map <- renderLeaflet({
    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == input$year, ]
    dt.trade.year <- dt.trade.year[dt.trade.year$trade_value_usd > input$weight, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set vertex attributes using set_vertex_attr()
    l.reporters <- as.list(unique(dt.trade.year$reporter_name))
    l.partners <- as.list(unique(dt.trade.year$partner_name))
    l.countries <- as.list(unique(append(l.reporters, l.partners)))
    dt.country.coordinates <- dt.trade.year %>% distinct(partner_name, .keep_all = TRUE)
    dt.country.coordinates <- dt.country.coordinates[, c("partner_name", "partner_lat", "partner_long")]
    meta <- dt.country.coordinates %>% rename("name" = "partner_name", "lat" = "partner_lat", "lon" = "partner_long")

    meta <- meta[match(V(g.trade)$name, meta$name), ]
    V(g.trade)$lat <- meta$lat
    V(g.trade)$lon <- meta$lon
    
    # 4. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    # Remove vertices with degree 0
    g.trade <- delete.vertices(g.trade, which(degree(g.trade) == 0))
    
    # 5. Community detection: Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    # Get the community membership vector
    membership_vec <- membership(walktrap_communities)
    # Add the community as an attribute to the vectors
    V(g.trade)$community <- membership_vec[V(g.trade)$name]
    
    # Create a new graph object with community memberships as vertex attributes
    g_comm <- set_vertex_attr(g.trade, "community", value = walktrap_communities$membership)
    # Convert to igraph object
    g_comm <- graph_from_data_frame(get.edgelist(g_comm), directed = TRUE)
    # Compute edge betweenness for the entire graph
    eb <- igraph::edge.betweenness(g_comm)
    # Find the top 10 edges with the highest edge betweenness
    top10_eb <- order(eb, decreasing = TRUE)[1:10]
    # Generate a vector of colors using the rainbow() function
    color_eb <- rainbow(length(E(g_comm)))
    # Set the color of the top 10 edges with highest edge betweenness to red
    color_eb[top10_eb] <- "#000000"
    # Set the color of the remaining edges to transparent
    color_eb[-top10_eb] <- "transparent"
    
    # extract the vertices and edges from the g graph object and store them as a data frame
    gg <- get.data.frame(g.trade, "both")
    # assign vert variable with dataframe info on the vertices + add the spatial coordinates of the points to vert
    vert <- gg$vertices
    coordinates(vert) <- ~lon + lat
    
    # assign edges and weights variable
    edges <- gg$edges
    weights <- E(g.trade)$weight
    
    # Create a list of spatial objects
    edges <- lapply(1:nrow(edges), function(i) 
      {as(rbind(vert[vert$name == edges[i, "from"], ], 
                vert[vert$name == edges[i, "to"], ]), 
          "SpatialLines")
      })
    
    # assign unique IDs to each of the SpatialLines objects
    for (i in seq_along(edges)) {
      edges[[i]] <- spChFIDs(edges[[i]], as.character(i))
    }
    
    # combine all of the SpatialLines objects + new SpatialLinesDataFrame object using the combined SpatialLines object and the edges_df data frame.
    edges <- do.call(rbind, edges)
    edges_df <- data.frame(id = seq_along(edges), weight = weights)
    edges <- SpatialLinesDataFrame(edges, data = edges_df)
    
    # plot map
    community_colors <- hue_pal()(length(unique(vert$community)))
    
    leaflet(vert) %>% 
      addProviderTiles("Stamen.Toner", options = 
                         providerTileOptions(backgroundColor = "#f2f2f2",
                                             opacity = 0.4)) %>% 
      addCircleMarkers(data = vert, radius = 4, 
                   color = community_colors[vert$community], 
                   fillColor = community_colors[vert$community], 
                   fillOpacity = 0.8,
                   stroke = FALSE) %>% 
      addPolylines(data = edges, weight = 2, color = ~color_eb)
  })
  
  output$cluster <- renderPlot({
    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == input$year, ]
    dt.trade.year <- dt.trade.year[dt.trade.year$trade_value_usd > input$weight, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set vertex attributes using set_vertex_attr()
    l.countries <- as.list(unique(dt.trade.year$reporter_name))
    dt.country.coordinates <- dt.trade.year %>% distinct(partner_name, .keep_all = TRUE)
    dt.country.coordinates <- dt.country.coordinates[, c("partner_name", "partner_lat", "partner_long")]
    meta <- dt.country.coordinates %>% rename("name" = "partner_name", "lat" = "partner_lat", "lon" = "partner_long")

    vertex_attrs <- as.list(meta[, -1]) # exclude the 'name' column
    V(g.trade)$lat <- vertex_attrs$lat
    V(g.trade)$lon <- vertex_attrs$lon
    
    # 4. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    # Remove vertices with degree 0
    g.trade <- delete.vertices(g.trade, which(degree(g.trade) == 0))
    
    # 5. Community detection algorithms
    # Run Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    
    # Create a new graph object with community memberships as vertex attributes
    g_comm <- set_vertex_attr(g.trade, "community", value = walktrap_communities$membership)
    # Convert to igraph object
    g_comm <- graph_from_data_frame(get.edgelist(g_comm), directed = TRUE)
    # Compute edge betweenness for the entire graph
    eb <- igraph::edge.betweenness(g_comm)
    # Find the top 10 edges with the highest edge betweenness
    top10_eb <- order(eb, decreasing = TRUE)[1:10]
    # Generate a vector of colors using the rainbow() function
    color_eb <- rainbow(length(E(g_comm)))
    # Set the color of the top 10 edges with highest edge betweenness to red
    color_eb[top10_eb] <- "#000000"
    # Set the color of the remaining edges to transparent
    color_eb[-top10_eb] <- "grey"
    
    plot(walktrap_communities, g.trade, vertex.size = 5, vertex.label.cex = 0.3, edge.arrow.size=0.3, vertex.color = walktrap_communities$membership, edge.color = color_eb)
  })
  
  output$textkpi <- renderUI({
    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == input$year, ]
    dt.trade.year <- dt.trade.year[dt.trade.year$trade_value_usd > input$weight, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set vertex attributes using set_vertex_attr()
    l.countries <- as.list(unique(dt.trade.year$reporter_name))
    dt.country.coordinates <- dt.trade.year %>% distinct(partner_name, .keep_all = TRUE)
    dt.country.coordinates <- dt.country.coordinates[, c("partner_name", "partner_lat", "partner_long")]
    meta <- dt.country.coordinates %>% rename("name" = "partner_name", "lat" = "partner_lat", "lon" = "partner_long")
    
    vertex_attrs <- as.list(meta[, -1]) # exclude the 'name' column
    V(g.trade)$lat <- vertex_attrs$lat
    V(g.trade)$lon <- vertex_attrs$lon
    
    # 4. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    # Remove vertices with degree 0
    g.trade <- delete.vertices(g.trade, which(degree(g.trade) == 0))
    
    # 5. Community detection: Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    
    # get the average path length for each community
    apl_comm <- lapply(unique(walktrap_communities$membership), function(m) average.path.length(induced_subgraph(g.trade, V(g.trade)[walktrap_communities$membership == m])))
    apl_all <- average.path.length(g.trade)
    
    HTML(paste(" ", "<br>",
               " ", "<br>",
               "Number of communities detected by Walktrap algorithm: ", length(unique(walktrap_communities$membership)), "<br>",
               " ", "<br>",
               "Modularity score of Walktrap algorithm: ", modularity(walktrap_communities, g), "<br>",
               " ", "<br>",
               "Sizes of the communities: ", paste(unname(sizes(walktrap_communities)), collapse = ", "), "<br>",
               " ", "<br>",
               " ", "<br>",
               "Average path length of the total trade network: ", apl_all, "<br>",
               " ", "<br>",
               "Average path length of the communities: ", paste(unname(apl_comm), collapse = ", "), "<br>"))
  })
  
  output$textstat <- renderUI({
    HTML(paste(" ", "<br>",
               " ", "<br>",
               " lalala I need to write text here", "<br>"))
  })
}

# Create a Shiny app object ----------------------------------------------------

shinyApp(ui = ui, server = server)

Listening on http://127.0.0.1:6648
Warning: Error in na.fail.default: missing values in object  106: stop
  105: na.fail.default
  103: model.frame.default
  101: coordinates<-
   99: ::
htmlwidgets
shinyRenderWidget [#60]
   98: func
   85: renderFunc
   84: output$map
    3: runApp
    2: print.shiny.appobj
    1: <Anonymous>
NA
## TRY TO PLOT A MAP
library(data.table)
library(ggplot2)
library(igraph)
library(shiny)
library(DT)             
library(shiny)         
library(ggmap)
library(leaflet)
library(bslib)
library(sf)
library(geosphere)
library(RColorBrewer)
library(sp)
library(dplyr) 


# Load data from file comptab_2018-01-29 16_00_comma_separated.csv 
dt.trade <- fread("../../data/cleaned_trade_data.csv")

    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == 2021, ]
    dt.trade.year <- dt.trade.year[dt.trade.year$trade_value_usd > 0, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set vertex attributes using set_vertex_attr()
    l.reporters <- as.list(unique(dt.trade.year$reporter_name))
    l.partners <- as.list(unique(dt.trade.year$partner_name))
    l.countries <- as.list(unique(append(l.reporters, l.partners)))
    dt.country.coordinates <- dt.trade.year %>% distinct(partner_name, .keep_all = TRUE)
    dt.country.coordinates <- dt.country.coordinates[, c("partner_name", "partner_lat", "partner_long")]
    meta <- dt.country.coordinates %>% rename("name" = "partner_name", "lat" = "partner_lat", "lon" = "partner_long")

    meta <- meta[match(V(g.trade)$name, meta$name), ]
    V(g.trade)$lat <- meta$lat
    V(g.trade)$lon <- meta$lon
    
    # 4. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    # Remove vertices with degree 0
    g.trade <- delete.vertices(g.trade, which(degree(g.trade) == 0))
    
    # 5. Community detection algorithms
    # Run Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    # Get the community membership vector
    membership_vec <- membership(walktrap_communities)
    # Add the community as an attribute to the vectors
    V(g.trade)$community <- membership_vec[V(g.trade)$name]
    
    # Create a new graph object with community memberships as vertex attributes
    g_comm <- set_vertex_attr(g.trade, "community", value = walktrap_communities$membership)
    # Convert to igraph object
    g_comm <- graph_from_data_frame(get.edgelist(g_comm), directed = TRUE)
    # Compute edge betweenness for the entire graph
    eb <- igraph::edge.betweenness(g_comm)
    # Find the top 10 edges with the highest edge betweenness
    top10_eb <- order(eb, decreasing = TRUE)[1:length(unique(walktrap_communities$membership))]
    # Generate a vector of colors using the rainbow() function
    color_eb <- rainbow(length(E(g_comm)))
    # Set the color of the top 10 edges with highest edge betweenness to red
    color_eb[top10_eb] <- "red"
    # Set the color of the remaining edges to transparent
    color_eb[-top10_eb] <- "transparent"
    
    # extract the vertices and edges from the g graph object and store them as a data frame
    gg <- get.data.frame(g.trade, "both")
    # assign vert variable with dataframe info on the vertices + add the spatial coordinates of the points to vert
    vert <- gg$vertices
    coordinates(vert) <- ~lon + lat
    # assign edges and weights variable
    edges <- gg$edges
    weights <- E(g.trade)$weight
    
    # Create a list of spatial objects
    edges <- lapply(1:nrow(edges), function(i) 
      {as(rbind(vert[vert$name == edges[i, "from"], ], 
                vert[vert$name == edges[i, "to"], ]), 
          "SpatialLines")
      })
    # assign unique IDs to each of the SpatialLines objects
    for (i in seq_along(edges)) {
      edges[[i]] <- spChFIDs(edges[[i]], as.character(i))
    }
    # combine all of the SpatialLines objects + new SpatialLinesDataFrame object using the combined SpatialLines object and the edges_df data frame.
    edges <- do.call(rbind, edges)
    edges_df <- data.frame(id = seq_along(edges), weight = weights)
    edges <- SpatialLinesDataFrame(edges, data = edges_df)
    
    # plot map
    community_colors <- c("blue", "green", "red")
    
    leaflet(vert) %>% 
      addTiles() %>% 
      addCircleMarkers(data = vert, radius = 2, 
                   color = community_colors[vert$community], 
                   fillColor = community_colors[vert$community], 
                   fillOpacity = 0.8,
                   stroke = FALSE) %>% 
      addPolylines(data = edges, weight = 2, color = ~color_eb)
NA
---
title: "R Notebook"
output: html_notebook
---



```{r}
library(data.table)     # Run once per session
library(ggplot2)        # Run once per session
library(igraph)         # Run once per session

dt.trade <- fread("../../data/cleaned_trade_data.csv")
dt.trade
```


```{r}
# Set the parameters
dt.trade.country <- dt.trade[reporter_name == "Afghanistan"]
dt.trade.country.year <- dt.trade.country[year == 2017]

# Set the vertices
dt.all.reporters <- dt.trade.country.year[, list(name=unique(reporter_name), type=FALSE)]
dt.all.partners <- dt.trade.country.year[, list(name=unique(partner_name), type=TRUE)]

dt.all.vertices <- rbind(dt.all.reporters, dt.all.partners)

# Create & plot the graph
g <- graph.data.frame(dt.trade.country.year[, list(reporter_name, partner_name)], directed=TRUE, vertices=dt.all.vertices)

plot(g, vertex.size = 5, vertex.label.cex = 0.6)

# Add weights to the graph & plot
g <- set_edge_attr(g, "weight", value= dt.trade.country.year$trade_value_usd)

plot(g, vertex.size = 5, vertex.label.cex = 0.6)
```


```{r}
# 1. Make edge list
dt.trade.year <- dt.trade[year == 2021]
dt.trade.year
dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
dt.trade.edgelist


# 2. Convert edge list to an igraph network
# igraph wants our data in matrix format
m.trade <- as.matrix(dt.trade.edgelist) 
g.trade <- graph_from_edgelist(m.trade, directed=TRUE)


# 3. Set the weight of the edges (trade_value_usd) & add the year as an attribute
E(g.trade)$weight <- dt.trade.year$trade_value_usd
  # Sum the weights for duplicate edges (we would need this if we select multiple years)
  g.trade <- simplify(g.trade, remove.multiple = TRUE, edge.attr.comb=list(weight="sum", year="concat"))

# 4. Add attributes to the vertices (continent)
library(rjson)
json_data <- fromJSON(file='../../data/sample.json')
V(g.trade)$continent <-  unlist(json_data[V(g.trade)$name])

# 5. Plot igraph
plot(g.trade, vertex.size = 5, vertex.label.cex = 0.3, edge.arrow.size=0.4)
```


```{r}
# 6. Community detection algorithms
# Run Walktrap algorithm
walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
# Print the number of communities detected
cat("Number of communities detected by Walktrap algorithm: ", length(unique(walktrap_communities$membership)), "\n")
# Plot the resulting clusters
plot(walktrap_communities, g.trade, vertex.size = 5, vertex.label.cex = 0.3, edge.arrow.size=0.4, vertex.color = walktrap_communities$membership)

#Modularity score: One way to evaluate the quality of the clustering is to calculate the modularity score, which measures the extent to which the nodes within a community are more densely connected to each other than to nodes outside the community. 
modularity(walktrap_communities, g)

# get the size of each community
sizes(walktrap_communities)

# Create a new graph object with community memberships as vertex attributes
g_comm <- set_vertex_attr(g.trade, "community", value = walktrap_communities$membership)
# Convert to igraph object
g_comm <- graph_from_data_frame(get.edgelist(g_comm), directed = TRUE)
# Compute edge betweenness for the entire graph
eb <- igraph::edge.betweenness(g)
# Find the top 10 edges with the highest edge betweenness
top10_eb <- order(eb, decreasing = TRUE)[1:10]
# Generate a vector of colors using the rainbow() function
color_eb <- rainbow(length(E(g)))
# Set the color of the top 10 edges with highest edge betweenness to red
color_eb[top10_eb] <- "red"
# Set the color of the remaining edges to transparent
color_eb[-top10_eb] <- "transparent"

# get the average path length for each community
apl_comm <- lapply(unique(walktrap_communities$membership), function(m) average.path.length(induced_subgraph(g.trade, V(g.trade)[walktrap_communities$membership == m])))
apl_all <- average.path.length(g.trade)
print(apl_all)
print(apl_comm)

plot(g.trade, vertex.size = 5, vertex.label.cex = 0.3, edge.arrow.size=0.4, vertex.color = walktrap_communities$membership, edge.color = color_eb)

```


```{r}
# SHINY WITHOUT WEIGTH MIN AND WITHOUT MAP

library(data.table)
library(ggplot2)
library(igraph)
library(shiny)


# Load data from file comptab_2018-01-29 16_00_comma_separated.csv 
dt.trade <- fread("../../data/cleaned_trade_data.csv") 

# Define UI --------------------------------------------------------------------

ui <- fluidPage(
  
  # App title ----
  titlePanel("Shiny App for International Trade"),
  
  sidebarLayout(
    
    # Inputs: Select variables to plot
    sidebarPanel(
      
      # Set year range
      selectInput(inputId = "year",
                  label = "Select Year Range:",
                  choices = c('', levels(as.factor(dt.trade$year))),
                  selected = '2021',
                  multiple = FALSE)
    ),
    
    
    # Output: Show network
    mainPanel(
      plotOutput("cluster"),
      htmlOutput("text")
    )
  )
)


# Define server ----------------------------------------------------------------

server <- function(input, output, session) {
  
  output$cluster <- renderPlot({
    
    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == input$year, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    
    # 4. Community detection algorithms
    # Run Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    
    # Create a new graph object with community memberships as vertex attributes
    g_comm <- set_vertex_attr(g.trade, "community", value = walktrap_communities$membership)
    # Convert to igraph object
    g_comm <- graph_from_data_frame(get.edgelist(g_comm), directed = TRUE)
    # Compute edge betweenness for the entire graph
    eb <- igraph::edge.betweenness(g_comm)
    # Find the top 10 edges with the highest edge betweenness
    top10_eb <- order(eb, decreasing = TRUE)[1:10]
    # Generate a vector of colors using the rainbow() function
    color_eb <- rainbow(length(E(g_comm)))
    # Set the color of the top 10 edges with highest edge betweenness to red
    color_eb[top10_eb] <- "red"
    # Set the color of the remaining edges to transparent
    color_eb[-top10_eb] <- "transparent"
    
    plot(walktrap_communities, g.trade, vertex.size = 5, vertex.label.cex = 0.3, edge.arrow.size=0.4, vertex.color = walktrap_communities$membership, edge.color = color_eb)
    
  })
  
  output$text <- renderUI({
    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == input$year, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    
    # 6. Community detection algorithms
    # Run Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    
    # get the average path length for each community
    apl_comm <- lapply(unique(walktrap_communities$membership), function(m) average.path.length(induced_subgraph(g.trade, V(g.trade)[walktrap_communities$membership == m])))
    apl_all <- average.path.length(g.trade)
    
    HTML(paste("Number of communities detected by Walktrap algorithm: ", length(unique(walktrap_communities$membership)), "<br>",
             "Modularity score of Walktrap algorithm: ", modularity(walktrap_communities, g), "<br>",
             "Sizes of the communities: ", paste(unname(sizes(walktrap_communities)), collapse = ", "), "<br>",
             " ", "<br>",
             "Average path length of the total trade network: ", apl_all, "<br>",
             "Average path length of the communities: ", paste(unname(apl_comm), collapse = ", "), "<br>"))
  })
}

# Create a Shiny app object ----------------------------------------------------

shinyApp(ui = ui, server = server)
```


```{r}
# SHINY WITH WEIGHT MIN AND MAP
library(data.table)
library(ggplot2)
library(scales)
library(igraph)
library(shiny)
library(shinyWidgets)
library(DT)             
library(shiny)         
library(ggmap)
library(leaflet)
library(bslib)
library(sf)
library(geosphere)
library(RColorBrewer)
library(sp)
library(dplyr)
library(remotes)
library(magrittr)
library(devtools)

dt.trade <- fread("../../data/cleaned_trade_data.csv")

# Define UI --------------------------------------------------------------------

ui <- fluidPage(
  
  # App title ----
  titlePanel("Shiny App for International Trade"),
  
  sidebarLayout(
    
    # Inputs: Select variables to plot
    sidebarPanel(
      
      # Set year range
      selectInput(inputId = "year",
                  label = "Select Year Range:",
                  choices = c('', levels(as.factor(dt.trade$year))),
                  selected = '2021',
                  multiple = FALSE),
      sliderInput(inputId = "weight",
                  label = "Select Minimum Trade Value in USD",
                  max = 20000000,
                  min = 0,
                  value = 0,
                  step = 1),
      htmlOutput("textkpi")
    ),
    
    # Output: Show network
    mainPanel(
      tabsetPanel(
        tabPanel("Worldmap Plot",
                 leafletOutput("map"),
                 htmlOutput("textstat")
                  ),
        tabPanel("Network plot", plotOutput("cluster")))
      )
    )
  )


# Define server ----------------------------------------------------------------

server <- function(input, output, session) {
  
  # Load data from file 
  dt.trade <- fread("../../data/cleaned_trade_data.csv") 
  
  output$map <- renderLeaflet({
    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == input$year, ]
    dt.trade.year <- dt.trade.year[dt.trade.year$trade_value_usd > input$weight, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set vertex attributes using set_vertex_attr()
    l.reporters <- as.list(unique(dt.trade.year$reporter_name))
    l.partners <- as.list(unique(dt.trade.year$partner_name))
    l.countries <- as.list(unique(append(l.reporters, l.partners)))
    dt.country.coordinates <- dt.trade.year %>% distinct(partner_name, .keep_all = TRUE)
    dt.country.coordinates <- dt.country.coordinates[, c("partner_name", "partner_lat", "partner_long")]
    meta <- dt.country.coordinates %>% rename("name" = "partner_name", "lat" = "partner_lat", "lon" = "partner_long")

    meta <- meta[match(V(g.trade)$name, meta$name), ]
    V(g.trade)$lat <- meta$lat
    V(g.trade)$lon <- meta$lon
    
    # 4. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    # Remove vertices with degree 0
    g.trade <- delete.vertices(g.trade, which(degree(g.trade) == 0))
    
    # 5. Community detection: Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    # Get the community membership vector
    membership_vec <- membership(walktrap_communities)
    # Add the community as an attribute to the vectors
    V(g.trade)$community <- membership_vec[V(g.trade)$name]
    
    # Create a new graph object with community memberships as vertex attributes
    g_comm <- set_vertex_attr(g.trade, "community", value = walktrap_communities$membership)
    # Convert to igraph object
    g_comm <- graph_from_data_frame(get.edgelist(g_comm), directed = TRUE)
    # Compute edge betweenness for the entire graph
    eb <- igraph::edge.betweenness(g_comm)
    # Find the top 10 edges with the highest edge betweenness
    top10_eb <- order(eb, decreasing = TRUE)[1:10]
    # Generate a vector of colors using the rainbow() function
    color_eb <- rainbow(length(E(g_comm)))
    # Set the color of the top 10 edges with highest edge betweenness to red
    color_eb[top10_eb] <- "#000000"
    # Set the color of the remaining edges to transparent
    color_eb[-top10_eb] <- "transparent"
    
    # extract the vertices and edges from the g graph object and store them as a data frame
    gg <- get.data.frame(g.trade, "both")
    # assign vert variable with dataframe info on the vertices + add the spatial coordinates of the points to vert
    vert <- gg$vertices
    coordinates(vert) <- ~lon + lat
    
    # assign edges and weights variable
    edges <- gg$edges
    weights <- E(g.trade)$weight
    
    # Create a list of spatial objects
    edges <- lapply(1:nrow(edges), function(i) 
      {as(rbind(vert[vert$name == edges[i, "from"], ], 
                vert[vert$name == edges[i, "to"], ]), 
          "SpatialLines")
      })
    
    # assign unique IDs to each of the SpatialLines objects
    for (i in seq_along(edges)) {
      edges[[i]] <- spChFIDs(edges[[i]], as.character(i))
    }
    
    # combine all of the SpatialLines objects + new SpatialLinesDataFrame object using the combined SpatialLines object and the edges_df data frame.
    edges <- do.call(rbind, edges)
    edges_df <- data.frame(id = seq_along(edges), weight = weights)
    edges <- SpatialLinesDataFrame(edges, data = edges_df)
    
    # plot map
    community_colors <- hue_pal()(length(unique(vert$community)))
    
    leaflet(vert) %>% 
      addProviderTiles("Stamen.Toner", options = 
                         providerTileOptions(backgroundColor = "#f2f2f2",
                                             opacity = 0.4)) %>% 
      addCircleMarkers(data = vert, radius = 4, 
                   color = community_colors[vert$community], 
                   fillColor = community_colors[vert$community], 
                   fillOpacity = 0.8,
                   stroke = FALSE) %>% 
      addPolylines(data = edges, weight = 2, color = ~color_eb)
  })
  
  output$cluster <- renderPlot({
    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == input$year, ]
    dt.trade.year <- dt.trade.year[dt.trade.year$trade_value_usd > input$weight, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set vertex attributes using set_vertex_attr()
    l.countries <- as.list(unique(dt.trade.year$reporter_name))
    dt.country.coordinates <- dt.trade.year %>% distinct(partner_name, .keep_all = TRUE)
    dt.country.coordinates <- dt.country.coordinates[, c("partner_name", "partner_lat", "partner_long")]
    meta <- dt.country.coordinates %>% rename("name" = "partner_name", "lat" = "partner_lat", "lon" = "partner_long")

    vertex_attrs <- as.list(meta[, -1]) # exclude the 'name' column
    V(g.trade)$lat <- vertex_attrs$lat
    V(g.trade)$lon <- vertex_attrs$lon
    
    # 4. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    # Remove vertices with degree 0
    g.trade <- delete.vertices(g.trade, which(degree(g.trade) == 0))
    
    # 5. Community detection algorithms
    # Run Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    
    # Create a new graph object with community memberships as vertex attributes
    g_comm <- set_vertex_attr(g.trade, "community", value = walktrap_communities$membership)
    # Convert to igraph object
    g_comm <- graph_from_data_frame(get.edgelist(g_comm), directed = TRUE)
    # Compute edge betweenness for the entire graph
    eb <- igraph::edge.betweenness(g_comm)
    # Find the top 10 edges with the highest edge betweenness
    top10_eb <- order(eb, decreasing = TRUE)[1:10]
    # Generate a vector of colors using the rainbow() function
    color_eb <- rainbow(length(E(g_comm)))
    # Set the color of the top 10 edges with highest edge betweenness to red
    color_eb[top10_eb] <- "#000000"
    # Set the color of the remaining edges to transparent
    color_eb[-top10_eb] <- "grey"
    
    plot(walktrap_communities, g.trade, vertex.size = 5, vertex.label.cex = 0.3, edge.arrow.size=0.3, vertex.color = walktrap_communities$membership, edge.color = color_eb)
  })
  
  output$textkpi <- renderUI({
    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == input$year, ]
    dt.trade.year <- dt.trade.year[dt.trade.year$trade_value_usd > input$weight, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set vertex attributes using set_vertex_attr()
    l.countries <- as.list(unique(dt.trade.year$reporter_name))
    dt.country.coordinates <- dt.trade.year %>% distinct(partner_name, .keep_all = TRUE)
    dt.country.coordinates <- dt.country.coordinates[, c("partner_name", "partner_lat", "partner_long")]
    meta <- dt.country.coordinates %>% rename("name" = "partner_name", "lat" = "partner_lat", "lon" = "partner_long")
    
    vertex_attrs <- as.list(meta[, -1]) # exclude the 'name' column
    V(g.trade)$lat <- vertex_attrs$lat
    V(g.trade)$lon <- vertex_attrs$lon
    
    # 4. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    # Remove vertices with degree 0
    g.trade <- delete.vertices(g.trade, which(degree(g.trade) == 0))
    
    # 5. Community detection: Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    
    # get the average path length for each community
    apl_comm <- lapply(unique(walktrap_communities$membership), function(m) average.path.length(induced_subgraph(g.trade, V(g.trade)[walktrap_communities$membership == m])))
    apl_all <- average.path.length(g.trade)
    
    HTML(paste(" ", "<br>",
               " ", "<br>",
               "Number of communities detected by Walktrap algorithm: ", length(unique(walktrap_communities$membership)), "<br>",
               " ", "<br>",
               "Modularity score of Walktrap algorithm: ", modularity(walktrap_communities, g), "<br>",
               " ", "<br>",
               "Sizes of the communities: ", paste(unname(sizes(walktrap_communities)), collapse = ", "), "<br>",
               " ", "<br>",
               " ", "<br>",
               "Average path length of the total trade network: ", apl_all, "<br>",
               " ", "<br>",
               "Average path length of the communities: ", paste(unname(apl_comm), collapse = ", "), "<br>"))
  })
  
  output$textstat <- renderUI({
    HTML(paste(" ", "<br>",
               " ", "<br>",
               " lalala I need to write text here", "<br>"))
  })
}

# Create a Shiny app object ----------------------------------------------------

shinyApp(ui = ui, server = server)
```

```{r}
## TRY TO PLOT A MAP
library(data.table)
library(ggplot2)
library(igraph)
library(shiny)
library(DT)             
library(shiny)         
library(ggmap)
library(leaflet)
library(bslib)
library(sf)
library(geosphere)
library(RColorBrewer)
library(sp)
library(dplyr) 


# Load data from file comptab_2018-01-29 16_00_comma_separated.csv 
dt.trade <- fread("../../data/cleaned_trade_data.csv")

    # 1. Make edge list
    dt.trade.year <- dt.trade[dt.trade$year == 2021, ]
    dt.trade.year <- dt.trade.year[dt.trade.year$trade_value_usd > 0, ]
    dt.trade.edgelist <- dt.trade.year[ , c('reporter_name', 'partner_name')]
    
    # 2. Convert edge list to an igraph network
    # igraph wants our data in matrix format
    m.trade <- as.matrix(dt.trade.edgelist) 
    g.trade <- graph_from_edgelist(m.trade, directed=TRUE)
    
    # 3. Set vertex attributes using set_vertex_attr()
    l.reporters <- as.list(unique(dt.trade.year$reporter_name))
    l.partners <- as.list(unique(dt.trade.year$partner_name))
    l.countries <- as.list(unique(append(l.reporters, l.partners)))
    dt.country.coordinates <- dt.trade.year %>% distinct(partner_name, .keep_all = TRUE)
    dt.country.coordinates <- dt.country.coordinates[, c("partner_name", "partner_lat", "partner_long")]
    meta <- dt.country.coordinates %>% rename("name" = "partner_name", "lat" = "partner_lat", "lon" = "partner_long")

    meta <- meta[match(V(g.trade)$name, meta$name), ]
    V(g.trade)$lat <- meta$lat
    V(g.trade)$lon <- meta$lon
    
    # 4. Set the weight of the edges (trade_value_usd) & add the year as an attribute
    E(g.trade)$weight <- dt.trade.year$trade_value_usd
    # Remove vertices with degree 0
    g.trade <- delete.vertices(g.trade, which(degree(g.trade) == 0))
    
    # 5. Community detection algorithms
    # Run Walktrap algorithm
    walktrap_communities <- walktrap.community(g.trade, weights = E(g.trade)$weight)
    # Get the community membership vector
    membership_vec <- membership(walktrap_communities)
    # Add the community as an attribute to the vectors
    V(g.trade)$community <- membership_vec[V(g.trade)$name]
    
    # Create a new graph object with community memberships as vertex attributes
    g_comm <- set_vertex_attr(g.trade, "community", value = walktrap_communities$membership)
    # Convert to igraph object
    g_comm <- graph_from_data_frame(get.edgelist(g_comm), directed = TRUE)
    # Compute edge betweenness for the entire graph
    eb <- igraph::edge.betweenness(g_comm)
    # Find the top 10 edges with the highest edge betweenness
    top10_eb <- order(eb, decreasing = TRUE)[1:10]
    # Generate a vector of colors using the rainbow() function
    color_eb <- rainbow(length(E(g_comm)))
    # Set the color of the top 10 edges with highest edge betweenness to red
    color_eb[top10_eb] <- "red"
    # Set the color of the remaining edges to transparent
    color_eb[-top10_eb] <- "transparent"
    
    # extract the vertices and edges from the g graph object and store them as a data frame
    gg <- get.data.frame(g.trade, "both")
    # assign vert variable with dataframe info on the vertices + add the spatial coordinates of the points to vert
    vert <- gg$vertices
    coordinates(vert) <- ~lon + lat
    # assign edges and weights variable
    edges <- gg$edges
    weights <- E(g.trade)$weight
    
    # Create a list of spatial objects
    edges <- lapply(1:nrow(edges), function(i) 
      {as(rbind(vert[vert$name == edges[i, "from"], ], 
                vert[vert$name == edges[i, "to"], ]), 
          "SpatialLines")
      })
    # assign unique IDs to each of the SpatialLines objects
    for (i in seq_along(edges)) {
      edges[[i]] <- spChFIDs(edges[[i]], as.character(i))
    }
    # combine all of the SpatialLines objects + new SpatialLinesDataFrame object using the combined SpatialLines object and the edges_df data frame.
    edges <- do.call(rbind, edges)
    edges_df <- data.frame(id = seq_along(edges), weight = weights)
    edges <- SpatialLinesDataFrame(edges, data = edges_df)
    
    # plot map
    community_colors <- c("blue", "green", "red")
    
    leaflet(vert) %>% 
      addTiles() %>% 
      addCircleMarkers(data = vert, radius = 2, 
                   color = community_colors[vert$community], 
                   fillColor = community_colors[vert$community], 
                   fillOpacity = 0.8,
                   stroke = FALSE) %>% 
      addPolylines(data = edges, weight = 2, color = ~color_eb)

```




